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1)  multivariate splines
多元样条函数
2)  two-element splines interpolation
二元样条函数
1.
Based on two-point digital differential formula,a model to represent the surface of a grid DEM based on two-element splines interpolation is obtained,and a propagation error formula by the spline is derived.
根据两点数值微分公式建立了基于二元样条函数的规则格网数字高程模型(DEM)的表面表达模型,得出了基于二元样条函数的传递误差公式。
3)  bivariate weak spline
二元弱样条函数
1.
In this paper,by using the well-known B-net method,a minimal determining set for bivariate weak spline space W_(2μ)~μ(I_1 star(v_i)) is constructed and therefore the dimension of the space is determined.
基于B-网方法,在一定条件下构造了由一列星形域构成的三角剖分star(v_i)相应定点剖分I_1 star(v_i)下2μ次μ阶光滑二元弱样条函数空间W_(2μ)~μ(I_1 star(v_i))的一个最小决定集,据此给出了该空间的维数。
4)  Polynomial Spline Function
多项式样条函数
1.
Empirical Comparison of Term Structure of Interest RateBased on Polynomial Spline Functions;
基于多项式样条函数的利率期限结构模型实证比较
2.
The Interest Rate Term Structure Model of Polynomial Spline Function Based on Genetic Algorithms
基于遗传算法的多项式样条函数利率期限结构模型
3.
The results of the empirical comparison between the continuous linear programming model and polynomial spline function made by the out of and in sample bonds information show that the relative errors of former are 0.
并依据样本内外国债信息把它与多项式样条函数模型进行了实证比较,前者的价格相对误差分别为0。
5)  multilevel B-spline function
多级B-样条函数
6)  Bivariate quadratic polynomial spline function
二元二次多项式样条函数
补充资料:多元
1.多种多样。
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